摘要
借助一个新的代数方法,其算法为研究一个一阶并具有六次非线性项的微分方程,研究了KP方程,得到新的孤波解和周期解,这种方法也适合研究其他的非线性演化方程。
With the help of a new algebra method, whose algorithm is to study a first order ordinary differential equation with a six-degree nonlinear term. KP equation is studied, and new solitary wave solutions and periodic wave solutions are obtained. This approach can also be applied to solve other nonlinear evolution equations.
出处
《北京联合大学学报》
CAS
2008年第3期69-71,共3页
Journal of Beijing Union University
关键词
孤波解
周期解
KP方程
solitary wave solution
periodic wave solution
KP equation